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Polarized pulse waves in random discrete scatterers

机译:随机离散散射体中的极化脉冲波

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In recent years there has been increasing interest in the use of polarization for imaging objects in a cluttered environment. Examples are optical imaging through clouds, optical detection of objects in a biological medium, and microwave detection of objects in clutter. We extend previous studies of continuous-wave scattering to pulse-polarization scattering in discrete scatterers. We solve the timedependent vector radiative transfer equation for a plane-parallel medium by using Mie scattering and the discrete ordinates method. The time-dependent degree of polarization and cross-polarization discrimination are calculated and verify the advantages of circular over linear polarization in maintaining greater copolarized components rather than cross-polarized components.
机译:近年来,对于在杂乱的环境中对物体成像的偏振技术越来越感兴趣。例如通过云的光学成像,对生物介质中物体的光学检测以及对杂波中物体的微波检测。我们将连续波散射的先前研究扩展到离散散射体中的脉冲极化散射。我们通过使用米氏散射和离散纵坐标方法求解平面平行介质的时变矢量辐射传递方程。计算了与时间有关的极化程度和交叉极化辨别力,并证明了在保持更大的共极化分量而不是交叉极化分量方面,圆极化优于线性极化的优势。

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